solve the inequality and specify the answer using interval notation
6-4x

Question

solve the inequality and specify the answer using interval notation
6-4x<equal to 22

anonymous · Answer

$$6-4x \le22$$

anonymous · Answer

$$6 - 4x \le22$$$$-4x \le16$$$$x \ge4$$$$[4,\infty)$$

anonymous · Answer

ok thanks I just needed to see how to do it to remember how I needed to do it. does that make sense

anonymous · Answer

well kinda XD

directrix · Answer

6 - 4x ≤  22

-4x ≤ 16

x ≥  -4

In interval notation, the answer is [-4, ∞ ).

anonymous · Answer

the neg moves with it correct

directrix · Answer

Yes, if both sides of an inequality are multiplied or divided by a negative number, the order of the inequality symbol reverses. And, 16 divided by -4 = -4. Is that what you are asking?

anonymous · Answer

|dw:1329123510201:dw|
when i draw this it should look like this correct?